1. "Offending with the accomplices of my accomplices": Evidence and implications regarding triadic closure in co-offending networks.
- Author
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Nieto, Alberto, Davies, Toby, and Borrion, Hervé
- Subjects
ACCOMPLICES ,BIPARTITE graphs ,CRIMINAL investigation ,STATISTICAL significance ,INFORMATION resources - Abstract
We measured triadic closure in co-offending networks – i.e., the tendency of two individuals to co-offend if they share an accomplice – using a method that addresses the risk of overestimating clustering coefficients when using one-mode projections. We also assess the statistical significance of clustering coefficients using null models. The data relates to adult offenders (N = 274,689) connected to criminal investigations (N = 286,591) in Colombia. The observed coefficients range between 0.05 and 0.53 and are statistically significant, indicating that accomplices become sources of information about potential associates. They support the idea of preventing crime by targeting offenders' trustworthiness and disrupting information flows. • Clustering coefficients suggest that co-offending networks display triadic closure • Former accomplices become sources of information for new partners in crime • Assessing triadic closure in bipartite networks prevents overestimations • Null models assess the statistical significance of the clustering coefficients [ABSTRACT FROM AUTHOR]
- Published
- 2022
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